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A Generic Approach to Proofs about Substitution., и . LFMTP, стр. 5: 1-5: 8. ACM, (2014)A Verified Theorem Prover Backend Supported by a Monotonic Library., , и . LPAR, том 57 из EPiC Series in Computing, стр. 564-582. EasyChair, (2018)Simplified Reducibility Proofs of Church-Rosser for beta- and betaeta-reduction., и . LSFA, том 247 из Electronic Notes in Theoretical Computer Science, стр. 85-101. Elsevier, (2008)Computability Beyond Church-Turing via Choice Sequences., , , и . LICS, стр. 245-254. ACM, (2018)A nominal exploration of intuitionism., и . CPP, стр. 130-141. ACM, (2016)On Realisability Semantics for Intersection Types with Expansion Variables., , , и . Fundam. Informaticae, 121 (1-4): 153-184 (2012)Bar Induction is Compatible with Constructive Type Theory., , , и . J. ACM, 66 (2): 13:1-13:35 (2019)PISTIS: From a Word-of-Mouth to a Gentleman's Agreement., , , и . CoRR, (2020)Inductive Continuity via Brouwer Trees., , , и . MFCS, том 272 из LIPIcs, стр. 37:1-37:16. Schloss Dagstuhl - Leibniz-Zentrum für Informatik, (2023)A Complete Realisability Semantics for Intersection Types and Arbitrary Expansion Variables., , , и . ICTAC, том 5160 из Lecture Notes in Computer Science, стр. 171-185. Springer, (2008)